This paper examines security design in imperfectly competitive markets in which assets clear separately rather than jointly. Derivatives are generally nonredundant even with zero asset supply. We characterize the scope for introducing nonredundant derivatives and examine the welfare effects of...

Privacy is a common concern in markets. We study dynamic markets based on the uniform-price double auction with I heterogeneous traders who have private information. Traders' demand schedules can condition on the statistics of past and current outcomes. Equilibrium strategies depend on the...

We study markets based on the uniform-price double auction with T periods and I traders who have private information about their demands. The model accommodates the heterogeneity in the traders' risk preferences, the statistics of outcomes they condition their demands on, and general...

Advances in market-clearing technology for multiple assets and synthetic products present alternative ways to leverage complementarities and substitutabilites in asset payoffs. This paper compares their equilibrium and welfare effects. Our results underscore the difference the price impact makes...

Futures contracts have been highly successful financial securities, with substantial trading volumes and active underlying asset markets. In a dynamic market framework, we show that imperfect competition in future spot markets motivates trades in futures contracts in earlier periods. The...

In this paper, we provide an analytic valuation method for European-type contingent claims written on multiple assets in a stochastic market environment. We employ a two-state Markov regime-switching volatility in order to reflect the stochastically-changing market condition. The method is...

We develop a structural model that incorporates both macroeconomic risks and firm-specific jump risks. Using this model, we derive analytic formulas for default probability, equity price, and CDS spreads. We show that including the two types of risk in credit risk modeling can generate better...

We derive analytic valuation formulas for range accrual notes and spread range accrual notes under an affine term structure model with jump risks. We show that the value of a range accrual note can be significantly affected by the choice of interest rate model and the arrival intensity of jump...